ISO HARDNESS STANDARDS INDENTATION …

1 XVII IMEKO World Congress Metrology in the 3rd Millennium June 22 27, 2003, Dubrovnik, Croatia ISO HARDNESS STANDARDS INDENTATION HARDNESS tests AND HARDNESS STANDARD BLOCKS Hiroshi Yamamoto, Takashi Yamamoto Hiroyuki Kawashima, Mikie Shibata Yamamoto Scientific Tool Laboratory Co., Ltd., Japan Abstract ISO STANDARDS for HARDNESS are established from metrological STANDARDS for force, length, etc. and daily control requirements via HARDNESS standard blocks. The authors have already stated that the unification of loading speed via ISO STANDARDS is important both industrially and economically.

2 In consideration of the international importance of ISO STANDARDS for HARDNESS testing, the authors review the current ISO specifications in this report, particularly their definition of loading speed, tolerances for Rockwell reference loads, and other test-block requirements, based on our own experiments. Although it may be necessary to have continuous experimental findings using various HARDNESS testers and test blocks, the following conclusions can be said at present.

3 (1) As a result of reviewing the basis of defining test force application, it can be generally concluded that LRT would be more appropriate than the INDENTATION velocity as a basis of defining the test force application for INDENTATION HARDNESS tests . (2) Considering the experiment results and the present situation concerning testing machine and method, the tolerances for the first and second reference loads for Rockwell HARDNESS should be specified independently, and it may be necessary to loosen the tolerance for the second reference load.

4 (3) In the future, it is hoped that the test load tolerances for overall INDENTATION HARDNESS tests will be reviewed by studying the method of testing the dynamic load being applied during HARDNESS testing, rather than the checking mass of weight or static load. (4) As regards the ISO requirement for HARDNESS block thickness, it is desirable that that for micro Vickers blocks should be 5 mm or more, and that for non-ferrous HR blocks should be 7 mm or more, based on a through consideration of the characteristics of individual testing methods, test forces, and block materials, as is the case with JIS STANDARDS .

5 (5) It has been confirmed that high-precision HARDNESS blocks play an important role in the experimental verification of various aspects of HARDNESS testing. Keywords: ISO, Standard blocks, INDENTATION HARDNESS 1. DEFINITION OF LOADING SPEED FOR INDENTATION HARDNESS TESTING ISO defines the load speed using the time until the specified load is reached: Load Rise Time, or LRT. As stated in our previous report1), a change in LRT results in a change in HARDNESS values measured.

6 Therefore, an agreement must be made in the LRT employed between the maker of a HARDNESS block when it determines its standard value of HARDNESS , and its users when they use it. In addition to LRT, loading speed can also be defined using the speed of indenter penetration, or INDENTATION velocity. This is discussed in the following, based on the results of our HV HARDNESS testing experiments via standard blocks described in the previous report. Equation of calculating the velocity of indenter penetration The average velocity of indenter penetration can be obtained by dividing the final depth of INDENTATION by LRT.

7 However, some argue that the last-minute speed of the indenter has more effect on the value of HARDNESS measured, so the authors introduced an equation for calculating the INDENTATION velocity with constants: HV kgf/mm2, Pmax. kgf, and T s for the harness of the block, the specified test load, and LRT, respectively. Then, at a given time of t, the load will be P(t) kgf; the diagonal length of a Vickers INDENTATION d(t) mm; its depth h(t) mm; and the indenter penetration speed V(t) mm/s.

8 HV = P/d2, so h(t) = d(t) /7 = (t)/7. The HARDNESS tester used for these experiments was load-controllable, so P(t) = Pmax t/T , and by differentiating h with the time t, Vickers Indenter Penetration Speed V(t) is given by: V(t) = / mm/s (1) over a load-increasing period of 0 < t T. Similarly, in the case of Velcovich indenters, which are frequently used for nano- INDENTATION , if we defined the value of HARDNESS based on the surface area of an INDENTATION as HBVs kgf/mm2 2)

9 , Proceedings, XVII IMEKO World Congress, June 22 27, 2003, Dubrovnik, Croatia TC1 Proceedings, XVII IMEKO World Congress, June 22 27, 2003, Dubrovnik, Croatia TC1 Proceedings, XVII IMEKO World Congress, June 22 27, 2003, Dubrovnik, Croatia TC5 Berkovich Indenter Penetration Speed is given by: V(t) = tTHBVsPmax / (2) again over a period of 0 < t T. Therefore, if LRT is the same, not only the last-minute speed, but also the speed of INDENTATION at any given time is proportional to the square root of the specified load.

10 This way of introducing INDENTATION velocity is considered to apply generally to HARDNESS tests where the Law of Similitude is in effect, if a change in applied load is given as a function of time. Comparison of definitions between LRT and INDENTATION velocity Figure 1 shows the previous report s LRT-based test results rearranged according to average INDENTATION velocity. If LRT is the same, the INDENTATION velocity for 150 kgf in Pmax, or specified load, is always times faster than that for 15 kgf during the load-increasing period according to calculations using Equation (1).